Dr. Bob Mann Western Illinois University

Slides:



Advertisements
Similar presentations
Histograms Bins are the bars Counts are the heights Relative Frequency Histograms have percents on vertical axis.
Advertisements

College and Career-Readiness Conference Summer 2014 FOR HIGH SCHOOL MATHEMATICS TEACHERS.
Histograms & Comparing Graphs
Sampling and Sampling Distribution.  Teacher Leader Academy  Basil Conway IV  Beauregard High School  AP Statistics  Auburn University  Colorado.
Standard Deviation In addition to level 3.0 and above and beyond what was taught in class, the student may: · Make connection with other concepts.
Vocabulary for Box and Whisker Plots. Box and Whisker Plot: A diagram that summarizes data using the median, the upper and lowers quartiles, and the extreme.
Materials Reminders. Get out your agenda if you see your name below. You need to come to my room tomorrow. Period 2Period 7.
Univariate Data Chapters 1-6. UNIVARIATE DATA Categorical Data Percentages Frequency Distribution, Contingency Table, Relative Frequency Bar Charts (Always.
Analyze Data USE MEAN & MEDIAN TO COMPARE THE CENTER OF DATA SETS. IDENTIFY OUTLIERS AND THEIR EFFECT ON DATA SETS.
Cereal Box Problem 6.SP - Develop understanding of statistical variability. 3. Recognize that a measure of center for a numerical data set summarizes all.
Term 2 Week 3 Warm Ups. Warm Up 10/27/14 1.For each polynomial, determine which of the five methods of factoring you should use (GCF, trinomial, A≠1 trinomial,
College and Career-Readiness Conference Summer 2015 FOR ALGEBRA 1 TEACHERS.
Math 15 – Elementary Statistics Chapter 5 – Part 2 Summarizing Data Numerically.
Unit 4 Describing Data Standards: S.ID.1 Represent data on the real number line (dot plots, histograms, and box plots) S.ID.2 Use statistics appropriate.
STATISTICS Chapter 2 and and 2.2: Review of Basic Statistics Topics covered today:  Mean, Median, Mode  5 number summary and box plot  Interquartile.
Warm Up What is the mean, median, mode and outlier of the following data: 16, 19, 21, 18, 18, 54, 20, 22, 23, 17.
Section 1.2 Describing Distributions with Numbers.
Mean and Standard Deviation
Solve on the back of your bingo board.
Warm Up 5, 4, 6, 8, 7, 4, 6, 5, 9, 3, 6 Mean = 2. Median = 3. Mode =
Line Plots & Box-and-Whiskers Plots
Bell Ringer What does the word “average” mean in math?
Data Mining: EXPLORING DATA
Warm Up What is the mean, median, mode and outlier of the following data: 16, 19, 21, 18, 18, 54, 20, 22, 23, 17 Mean: 22.8 Median: 19.5 Mode: 18 Outlier:
15.3 Measures of Central Tendency
Soccer Team A: Soccer Team B:
Box and Whisker Plots.
Statistics Collecting and analyzing large amounts of numerical data
Shoe Sizes.
Unit 3 Review.
Statistical Data analysis and display
Unit 4 Statistics Review
Chapter 5: Describing Distributions Numerically
Unit 6 Statistics.
Warm – Up Find the Mean, Median, Mode, IQR and Standard Deviation of the age of a room containing 5 people. Ages: 16, 18, 17, 16, 19. Calculate all values.
Dream Board What is a dream board? What’s the point?
מדינת ישראל הוועדה לאנרגיה אטומית
CHAPTER 1 REVIEW – MISCONCEPTIONS AND CLARIFICATIONS
How do scientists solve problems?
DS4 Interpreting Sets of Data
Friday Lesson Do Over Statistics is all about data. There is a story to be uncovered behind the data--a story with characters, plots and problems. The.
Determine whether each situation calls for a survey, an experiment, or an observational study. Explain your reasoning. You want to find opinions on the.
The absolute value of each deviation.
Organizing Data.
“Day C” June 11, :01 - 9:01 Math 9: :03 Science
Mean Absolute Deviation
10.5 Organizing & Displaying Date
Unit 6: Statistics Mean, Median, Mode, Range Measures of Variation
Common Core State Standards:
Describing Quantitative Data with Numbers
Warm Up #4 Describe in context (using complete sentences) the data represented in the Histogram!
Define the following words in your own definition
Probability and Statistics Progressions
Find the 5 number summary needed to create a box and whisker plot.
Warm Up # 3: Answer each question to the best of your knowledge.
Welcome to AP Statistics
Good morning! Please get out your homework for a check.
Statistics Vocabulary Continued
Measures of Spread And Outliers.
Mean, Median, Mode, Range, Outlier, & Mean Deviation
Review Check to see if the ordered pair is a solution or not to X + y < -1 (-3,-1) (0,2) Solve and graph 2x + 3y > 12.
13.1 Central Tendencies Objective: Students will be able to identify the mean, median, and mode given a data set. They will also be able to identify what.
SnapChat Mini-Project
Statistics Vocabulary Continued
Bell Work – Range, Measures of Center, and Dot Plot
Mean Absolute Deviation
Describing Data Coordinate Algebra.
Lesson Plan Day 1 Lesson Plan Day 2 Lesson Plan Day 3
Outliers are numbers that are large Or sometimes they can be TOOOooo small Distribution’s the way the data spreads Said no more counting tallies, we’ll.
Warm Up Problem Kennedy ran a total of 6 miles over the course of 3 track practices. How many miles would Kennedy have run after 4 track practices? Solve.
Presentation transcript:

Dr. Bob Mann Western Illinois University rr-mann@wiu.edu What’s In A Name? Dr. Bob Mann Western Illinois University rr-mann@wiu.edu

Everybody Has a Name It provides a great source for data For conversation For student engagement and investment

This presentation focuses on using names to cover many items from Data Analysis It’s not a great talk It’s not a bad talk I would say it is average, but that would be mean 

Warm-Up: My Real Age There are 10 students in a room. Their average age is 18 years. I walk into the room and now the average age for that room is 21. What is my age? Think about it…. Share solutions? Content and problem solving??

Back to Names Think about if you wrote out your first and last name. How many letters would there be? For my name, Bob Mann, for example there would be 7 Carefully count the letters in your name and then use a marker to record that number in BIG, easy to read print on a sticky-note. Then place your sticky note on our board or wall.

We now have data—but we can we say about the number of letters in a person’s name? How can we organize this data? How can we describe this data? How can we summarize this data?

My Real Name….. I fibbed a little My actual name is Roberto VanManninghamMcLearyO’Sullivanowskitropolis That has 49 letters What happens when Roberto joins our group???

We now have data—but we can we say about the number of letters in a person’s name? How can we organize this data? How can we describe this data? How can we summarize this data?

What can we learn from analyzing names? Outliers? Mean, Median, Mode Standard Deviation Box-Plots and IQR Shapes of data and data displays

Thanks for Attending! Email: Roberto VanManninghamMcLearyO’Sullivanowskitropolis@yahoo.com